Peclet number
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In physics, the Péclet number is a dimensionless number relating the forced convection of a system to its heat conduction. It is equivalent to the product of the Reynolds number with the Prandtl number.
There are various definitions of the Péclet number. The most typical are as follows:
- <math>\mathit{Pe} = \frac{lv}{\alpha}<math>
- <math>\mathit{Pe} = \frac{lvc_p\rho}{\lambda}<math>
- <math>\mathit{Pe} = \frac{l^2c_p\rho}{\lambda t}<math>
With:
- α - Thermal diffusivity
- λ - Thermal conductivity
- ρ - Density
- cp - Heat capacity
- l - Characteristic length
- t - Characteristic time
- v - Velocity
It named after Jean Claude Eugene Peclet (1793-1857).de:Péclet-Zahl nl:Getal van Peclet sv:Peclettal